Question

Explain some properties that may be used when proving what a variable equals in an algebraic equation.

Answer 1

Answer with explanation:

An Algebraic equation Consist of Constant and variable on one side of equation and constant and variable on other side of equation having operation equal to Addition , Subtraction , Multiplication or Division between these variables and constants.

When finding the value of variable or solving an Algebraic equation we use following properties

1. Subtraction and Addition Property

2. Multiplication and Division property

3. Addition and Subtraction of Variables and constants that is like terms from both sides of equation.

Answer 2

Some properties that may be used when proving what a variable equals in an algebraic equation are: commutative, associative, distributive, and transitive properties.